- Harry Fluck
- Graduate Student
- Cornell University
- Date: Oct. 15, Wednesday, 2025
- Time: 12:10pm -- 13:00pm
- Host: Xiaolong Li
- Room: Parker 328
- Abstract: Understanding the possible structure of singularity models is a key step in many applications of Ricci flow. By work of Bamler it is known that the singular set of any non-collapsed limit of Ricci flows is of parabolic Minkowski codimension at least 4. In this talk we will discuss a new \(\epsilon\)-regularity theorem for the Kähler-Ricci flow and use it derive a sufficient condition for sharp Minkowski estimates for the singular set. As an application, we give an alternative proof of some estimates for the Fano Kähler-Ricci flow due to Wang and Chen.